0.1 For each of the following sets of voltage and current, calculate the real and reactive power in the line between networks A and B in the circuit shown. In each case, state whether the power flow is from A to B or vice versa. Also state whether magnetizing vars are being trans- ferred from A to B or vice versa. a) v = 100 cos (wt - 45') V; i = 20 cos (wt + 15°) A. b) v = 100 cos (ot - 45) V; i = 20 cos (ot + 165') A. c) v = 100 cos (wt – 45°) V; i = 20 cos (ot – 105') A. d) v = 100 cos wt V; i = 20 cos (wt + 120°) A. A B WOTE: Also try Chapter Problem 10.1.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Section: Chapter Questions
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VASSESSMENT PROBLEMS
Objective 1-Understand ac power concepts, their relationships to one another, and how to calcuate them in a circuit
(A to B),
Q = -866.03 VAR (B to A);
10.1 For each of the following sets of voltage and
current, calculate the real and reactive power
in the line between networks A and B in the
circuit shown. In each case, state whether the
power flow is from A to B or vice versa. Also
state whether magnetizing vars are being trans-
ferred from A to B or vice versa.
Answer: (a) P = 500 W
(b) P = -866.03 W
Q = 500 VAR
(B to A),
(A to B);
(c) P = 500 W
Q = 866.03 VAR (A to B);
(A to B),
a) v = 100 cos (wt – 45°) V;
i = 20 cos (wt + 15°) A.
(d) P = -500 W
Q = -866.03 VAR (B to A).
(B to A),
- 45') V;
b) v = 100 cos (wt
i = 20 cos (wt + 165') A.
10.2 Compute the power factor and the reactive fac-
c) v = 100 cos (wt -
i = 20 cos (wt –
45") V;
105') A.
tor for the network inside the box in Fig. 10.6,
whose voltage and current are described in
Example 10.1.
d) v = 100 cos wt V;
i = 20 cos (wt + 120°) A.
Hint: Use -i to calculate the power and reac-
tive factors.
A
В
Answer: pf = 0.5 leading; rf = -0.866.
%3D
NOTE: Also try Chapter Problem 10.1.
Transcribed Image Text:VASSESSMENT PROBLEMS Objective 1-Understand ac power concepts, their relationships to one another, and how to calcuate them in a circuit (A to B), Q = -866.03 VAR (B to A); 10.1 For each of the following sets of voltage and current, calculate the real and reactive power in the line between networks A and B in the circuit shown. In each case, state whether the power flow is from A to B or vice versa. Also state whether magnetizing vars are being trans- ferred from A to B or vice versa. Answer: (a) P = 500 W (b) P = -866.03 W Q = 500 VAR (B to A), (A to B); (c) P = 500 W Q = 866.03 VAR (A to B); (A to B), a) v = 100 cos (wt – 45°) V; i = 20 cos (wt + 15°) A. (d) P = -500 W Q = -866.03 VAR (B to A). (B to A), - 45') V; b) v = 100 cos (wt i = 20 cos (wt + 165') A. 10.2 Compute the power factor and the reactive fac- c) v = 100 cos (wt - i = 20 cos (wt – 45") V; 105') A. tor for the network inside the box in Fig. 10.6, whose voltage and current are described in Example 10.1. d) v = 100 cos wt V; i = 20 cos (wt + 120°) A. Hint: Use -i to calculate the power and reac- tive factors. A В Answer: pf = 0.5 leading; rf = -0.866. %3D NOTE: Also try Chapter Problem 10.1.
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Compute the power factor and the reactive factor
for the network inside the box in Fig. 10.6,
whose voltage and current are described in
Example 10.1.
Hint: Use -i to calculate the power and reactive
factors

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